Solve for x: |3x + 2| = 2
make two equations out of it, one positive and one negative.
\[-3x+2=2\]
\[3x+2=2\]
you are solving for x not getting rid of the x
Thats how you solve...
They are two separate equations smart one.
no you would get x on on side by subtracting the 2on the side with the x with the 2 on the other side
Cause its absolute value so you must make two different equations and solve for x on both.
ok if you do it your way you would get 0 + 4 = 4
No you wouldnt...I never did say to add them together? just said make two equations.
why dont you go look up what absolute value is :)
>.>
anyway this is what you would do
the product of an abosulte value can be either negative or positive
Right...
therefore in order to find the value of x you would normally solve it by doing this
My way would be...\[-3x+2=2 -3x=0\]
The problem is not answerable.
3x+2 = 2 -2 -2 = the answer below 3x=0 -- -- = undefined 3 3
and since it's absolute value you change the answer to a negative like so 3x+2 =-2
and you do the same thing
But thats not how you do it in the future, for this problem that works but usually you must make two separate equations.
Actually your wrong the answer is 0 and -3/4
*-4/3
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